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as such, the ideas of linear algebra are employed to study tensors.
as such, the ideas of linear algebra are employed to study tensors.

# carl d. meyer, matrix analysis and applied linear algebra, published by siam, 2000.
* carl d. meyer, matrix analysis and applied linear algebra, published by siam, 2000.

co. 1970* "foundations of linear algebra" by a. i. malcev, san francisco, w.h.
co. 1970*"foundations of linear algebra" by a. i. malcev, san francisco, w.h.

* zhang, fuzhen (1997), "quaternions and matrices of quaternions", linear algebra and its applications, vol.
*zhang, fuzhen (1997), "quaternions and matrices of quaternions", linear algebra and its applications, vol.

* fearnley-sander, desmond, 1979, "hermann grassmann and the creation of linear algebra," "american mathematical monthly 86": 809-17.
* fearnley-sander, desmond, 1979, " hermann grassmann and the creation of linear algebra," "american mathematical monthly 86": 809–17.

==véase también==* matriz* expansión de laplace* la regla de cramer==referencias==* lloyd n. trefethen y david bau, "numerical linear algebra" (siam, 1997) isbn 978-0898713619
==see also==* matrix* laplace expansion* cramer's rule==references==* lloyd n. trefethen and david bau, "numerical linear algebra" (siam, 1997) isbn 978-0898713619